Handout from OUP book:
p. 133 #2, 6, 10, 12, 14, 16
p. 135 #5, 9, 12
pp. 137-138 #1, 5, 6, 7
pp. 141-142 #6, 8, 15
p. 143 #1-9
p. 146 #1, 2
pp. 156-158 #3, 4, 13, 14
Unit 2 (Binomial Theorem, Combinations and Permutations):
OUP book on computer:
pp. 155-156 #1, 4, 6
pp. 156-158 #1, 15, 16
pp. 587-588 #1, 4, 8, 11, 16, 20, 23
pp. 590-591 #1, 2, 4, 7, 8, 9
pp. 592-594 #3, 6, 13, 17
Unit 3: Quadratic Functions, Inequalities and Systems of Equations
Cambridge book 1:
p. 169 #5ad, 6ad, 7, 8
p. 172 #2adg
p. 174 #3(all), 4aeh
p. 176 #2a, 3ad
p. 179 #6ace, 8ac
pp. 180-181 #9, 13, 18, 20
p. 149 #11-12
p. 155 #1adg, 3ad
p. 300 #1adg, 3ac
p 304 #1ace, 2a, 3b
Unit 4: Functions, Remainder Theorem and Intro to Calculus
Cambridge book 1:
pp. 136-137 #1, 5, 8
pp. 142-143 #2ad, 5 (all)
p. 193 #1, 2, 3, 7
pp. 201-202 #1ace, 2ace, 3, 4, 5, 8, 12
Cambridge book 2:
pp. 24-25 #1ad, 2ad, 7cdefg, 8ae, 9ad, 10adg, 11ae
pp. 32-33 #3ad, 4ad, 8ade, 9acg, 10acg
p. 39 #3, 4, 5
p. 51 #1, 3, 5
pp. 62-63 #1adg, 2adg
Special problems on Max/Min and Kinematics:
Cambridge Book 1:
p. 353 #7, 8, 9, 10
pp. 345-346 #7, 8, 9, 10
Unit 5: Integration
Cambridge Book 1:
pp. 394-396 #1ace, 2ace, 3ac, 4, 5, 10ad, 12
p. 399 #2, 3
pp. 407-409 #1ad, 2ad, 3ace, 6 (all), 11 (all)
pp. 416-418 #2, 5, 7, 14
Unit 6: Trigonometry
Cambridge Book 1:
pp. 259-260 #4 (all), 5 (all)
p. 286 #9 (all)
Cambridge Book 2:
p. 100 #1, 2, 3, 4a, 7, 8
pp. 75-76 #1, 4, 7a, 9, 10, 11
p. 78 #1, 5, 6, 9, 10
p. 90 #2ad, 3aceg, 6ac
Unit 7: Calculus cont'd
Cambridge Book 2:
pp. 270-271 #4, 5ac, 6ac, 9, 11 (chain rule)
p. 167 #3ab, 4ac, 5ac (simple u-substitution)
p. 359 #2abcd (more complicated u-substitution)
p. 195 #1bc, 6c, 9 (product rule)
pp. 199-200 #1ace, 2ac, 3c, 5, 8 (quotient rule)
pp. 364-365 #1acd, 2a, 3, 5, 6 (implicit differentiation)
p. 273 #1-7 all (related rates)
p. 287 #2ace, 3aeh, 4ade, 5acde, 7acf (differentiation of trig)
p. 291 #2, 6 (applications of differentiation of trig)
pp. 293-294 #1adg, 2adg
Unit 8: Logarithms
Cambridge Book 1:
p. 439 #1ad, 2ad, 3adg, 4adg
p. 443 #2 (all), 3adg, 7
pp. 448-449 #1adg, 10, 11
p. 460 #2, 3, 5
pp. 461-462 #6, 8, 10, 11, 12, 17
p. 464 #4, 8, 10, 12, 13, 15
Cambridge Book 2:
p. 174 #1ae, 2ac, 3ac, 4, 5ae, 6a
p. 180 #9
p. 183 #1aei, 2ab, 3ac, 5
p. 185 #1dh, 2ac, 3ace
p. 189 #1ad
p. 195 #3b, 6a
pp. 199-200 #1f. 4b
p. 204 #2f
Unit 9: Extended Calculus
Cambridge Book 2:
p. 297 #1-4 all (integration by parts)
p. 301 #4-6 all (repeated integration by parts)
pp. 304-305 #1ace, 2, 6, 8 (1st order ordinary differential equations)
pp. 311-312 #1, 3, 7, 10 (more differential equations)
pp. 316-318 #1, 17 (more differential equations)
p. 353 #1acegi, 2ad, 3 (special u-sub)
p. 357 #1ace, 3a (special u-sub)
pp. 377-378 #2, 3, 5, 6 (inverse trig calculus)
p. 380 #1ad, 2ad, 3ac (more inverse trig calculus)
Handout from OUP book:
p. 133 #2, 6, 10, 12, 14, 16
p. 135 #5, 9, 12
pp. 137-138 #1, 5, 6, 7
pp. 141-142 #6, 8, 15
p. 143 #1-9
p. 146 #1, 2
pp. 156-158 #3, 4, 13, 14
Unit 2 (Binomial Theorem, Combinations and Permutations):
OUP book on computer:
pp. 155-156 #1, 4, 6
pp. 156-158 #1, 15, 16
pp. 587-588 #1, 4, 8, 11, 16, 20, 23
pp. 590-591 #1, 2, 4, 7, 8, 9
pp. 592-594 #3, 6, 13, 17
Unit 3: Quadratic Functions, Inequalities and Systems of Equations
Cambridge book 1:
p. 169 #5ad, 6ad, 7, 8
p. 172 #2adg
p. 174 #3(all), 4aeh
p. 176 #2a, 3ad
p. 179 #6ace, 8ac
pp. 180-181 #9, 13, 18, 20
p. 149 #11-12
p. 155 #1adg, 3ad
p. 300 #1adg, 3ac
p 304 #1ace, 2a, 3b
Unit 4: Functions, Remainder Theorem and Intro to Calculus
Cambridge book 1:
pp. 136-137 #1, 5, 8
pp. 142-143 #2ad, 5 (all)
p. 193 #1, 2, 3, 7
pp. 201-202 #1ace, 2ace, 3, 4, 5, 8, 12
Cambridge book 2:
pp. 24-25 #1ad, 2ad, 7cdefg, 8ae, 9ad, 10adg, 11ae
pp. 32-33 #3ad, 4ad, 8ade, 9acg, 10acg
p. 39 #3, 4, 5
p. 51 #1, 3, 5
pp. 62-63 #1adg, 2adg
Special problems on Max/Min and Kinematics:
Cambridge Book 1:
p. 353 #7, 8, 9, 10
pp. 345-346 #7, 8, 9, 10
Unit 5: Integration
Cambridge Book 1:
pp. 394-396 #1ace, 2ace, 3ac, 4, 5, 10ad, 12
p. 399 #2, 3
pp. 407-409 #1ad, 2ad, 3ace, 6 (all), 11 (all)
pp. 416-418 #2, 5, 7, 14
Unit 6: Trigonometry
Cambridge Book 1:
pp. 259-260 #4 (all), 5 (all)
p. 286 #9 (all)
Cambridge Book 2:
p. 100 #1, 2, 3, 4a, 7, 8
pp. 75-76 #1, 4, 7a, 9, 10, 11
p. 78 #1, 5, 6, 9, 10
p. 90 #2ad, 3aceg, 6ac
Unit 7: Calculus cont'd
Cambridge Book 2:
pp. 270-271 #4, 5ac, 6ac, 9, 11 (chain rule)
p. 167 #3ab, 4ac, 5ac (simple u-substitution)
p. 359 #2abcd (more complicated u-substitution)
p. 195 #1bc, 6c, 9 (product rule)
pp. 199-200 #1ace, 2ac, 3c, 5, 8 (quotient rule)
pp. 364-365 #1acd, 2a, 3, 5, 6 (implicit differentiation)
p. 273 #1-7 all (related rates)
p. 287 #2ace, 3aeh, 4ade, 5acde, 7acf (differentiation of trig)
p. 291 #2, 6 (applications of differentiation of trig)
pp. 293-294 #1adg, 2adg
Unit 8: Logarithms
Cambridge Book 1:
p. 439 #1ad, 2ad, 3adg, 4adg
p. 443 #2 (all), 3adg, 7
pp. 448-449 #1adg, 10, 11
p. 460 #2, 3, 5
pp. 461-462 #6, 8, 10, 11, 12, 17
p. 464 #4, 8, 10, 12, 13, 15
Cambridge Book 2:
p. 174 #1ae, 2ac, 3ac, 4, 5ae, 6a
p. 180 #9
p. 183 #1aei, 2ab, 3ac, 5
p. 185 #1dh, 2ac, 3ace
p. 189 #1ad
p. 195 #3b, 6a
pp. 199-200 #1f. 4b
p. 204 #2f
Unit 9: Extended Calculus
Cambridge Book 2:
p. 297 #1-4 all (integration by parts)
p. 301 #4-6 all (repeated integration by parts)
pp. 304-305 #1ace, 2, 6, 8 (1st order ordinary differential equations)
pp. 311-312 #1, 3, 7, 10 (more differential equations)
pp. 316-318 #1, 17 (more differential equations)
p. 353 #1acegi, 2ad, 3 (special u-sub)
p. 357 #1ace, 3a (special u-sub)
pp. 377-378 #2, 3, 5, 6 (inverse trig calculus)
p. 380 #1ad, 2ad, 3ac (more inverse trig calculus)